Department of MathematicsDuring blokken 1 and 2 I was on a sabbatical at ETH Zürich.
second semester (blokken 3,4): mastermath course on symplectic geometry
blok 4: Analyse in meer variabelen (WISB212)
blok 1: Maat en integratie (WISB312).
blok 2: Functionaalanalyse (WISB315).
second semester (blokken 3,4): mastermath course on symplectic geometry
blok 3: honoursseminarium over Liegroepen in de kwantummechanica
blok 2: Functionaalanalyse (WISB315).
blok 1: Maat en integratie (WISB312).
August 14-25, 2017: Utrecht Summer School on Geometry. On August 16, 2017 I will give a minicourse on ``Some highlights of symplectic geometry''. Here are some lecture notes for this minicourse, the assignment and solutions therefor.
spring semester: mastermath course M2: Symplectic Geometry
blok 4: Analyse in meer variabelen (WISB212)
blok 2: Functionaalanalyse (WISB315).
blok 1 (October 17, 24, and 31, 2016): Orientation on Mathematical Research (WISM102).
Utrecht Summer school on Geometry (August 17, 2016)
blokken 3 en 4, together with Gil Cavalcanti and Marius Crainic: Seminar Differential Forms in Algebraic Topology
blok 3: Analyse in meer variabelen (WISB212)
blok 2: Functionaalanalyse (WISB315).
On October 5 and 12, 2015, I talked in the Seminar Orientation on Research in Geometry (WISM556) about Some highlights of symplectic geometry.
blokken 3 and 4: Holomorphic curves and symplectic topology (WISM547)
This course is aimed at master and Ph.D.-students. If you are interested in it then I advise you to learn some basic symplectic geometry in advance, for example by taking the course on this subject given by Prof. Gert Heckman in blokken 1 and 2 of the academic year 2014/ 2015. I have also written some lecture notes on symplectic geometry, which I will gladly send to you upon request.blok 3: Analyse in meer variabelen (WISB212)
blok 1: Functionaalanalyse (WISB315).
blok 3: Analyse in meer variabelen (WISB212)
blok 1: Wat is wiskunde?